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)
| Product Number | 3830-3-64 |
| Synonyms | 1-[3-(Trifluoromethyl)phenyl]cyclopropylamine |
| Purity | 97 % |
| CAS | 503417-34-3 |
| MDL Number | MFCD07374480 |
| Molecular Formula | C10H10F3N |
| Molecular Weight | 201.192 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3830-3-64
CAS: 503417-34-3
Molecule Weight: 201.192
Formula: C10H10F3N
![1-[3-(Trifluoromethyl)phenyl]propylamine](data:image/png;base64,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)
PN: 3830-3-83
CAS: 473732-59-1
Molecule Weight: 203.208
Formula: C10H12F3N
![1-[3,5-Bis(trifluoromethyl)phenyl]propylamine](data:image/png;base64,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)
PN: 3830-3-81
CAS: 685503-45-1
Molecule Weight: 271.206
Formula: C11H11F6N
![2-[3-(Trifluoromethyl)phenyl]propan-2-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-0B
CAS: 153390-61-5
Molecule Weight: 239.67
Formula: C10H13ClF3N
![3-Amino-3-[3-(trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 4830-3-00
CAS: 683221-00-3
Molecule Weight: 219.207
Formula: C10H12F3NO
![(R)-1-[3-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-R3
CAS: 127852-30-6
Molecule Weight: 189.181
Formula: C9H10F3N
![(S)-1-[3-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-S3
CAS: 127852-21-5
Molecule Weight: 189.181
Formula: C9H10F3N
![1-[3-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-73
CAS: 59382-36-4
Molecule Weight: 189.181
Formula: C9H10F3N
TSCA: Not listed on TSCA inventory